Sign In

Reflection and Refraction

Overview

Source: Derek Wilson, Asantha Cooray, PhD, Department of Physics & Astronomy, School of Physical Sciences, University of California, Irvine, CA

Light travels at different speeds depending on the material through which it is propagating. When light travels from one material to another, it will either slow down or speed up. In order to conserve energy and momentum, the light must change the direction in which it propagates. This bending of light is known as refraction. Some fraction of the light is also reflected at the interface between the two materials. In special cases, a light beam can be refracted so sharply at an interface that it is actually completely reflected back into the medium from which it was coming.

Lenses make use of the principle of refraction. Lenses come in two varieties with different curvatures: convex lenses and concave lenses. Convex lenses are often used to focus light but can also be used to create magnified images of objects. When a convex lens causes the light rays coming from an object to diverge, the human eye judges the light to be coming from some point behind the actual object from which the light is originating. The image of the object will in this case be magnified. This type of image is called a virtual image. Concave lenses can also cause light rays to diverge and create virtual images, though the image will be demagnified.

This lab will demonstrate the fundamental law of refraction and will examine the ways in which lenses create images.

Procedure

1. Determine the index of refraction of water using Snell’s Law (Law of Refraction) and find the critical angle for total internal reflection.

  1. Obtain a specialized refraction tank with a light source.
  2. Fill the refraction tank with water and turn on the light source. Direct the beam from the light source into the half of the tank filled with water. It may be necessary to dim the lights in the room.
  3. Use the protractor on the refraction tank to measure the beam’s angle of incidenc

Log in or to access full content. Learn more about your institution’s access to JoVE content here

Results

Snell’s Law dictates the angle at which light will be bent when crossing the boundary between two media. The measured incident and refracted angles at the water-air interface are given in Table 1. Below, a sample calculation giving the index of refraction for water using Snell’s Law is shown for an angle of incidence equal to 30.1° as the light goes from the water to air:

Equation 4

Equation </div><div class=

Log in or to access full content. Learn more about your institution’s access to JoVE content here

Application and Summary

This lab explores the physics of refraction and lenses. Snell’s Law was used to measure the index of refraction for water using measurements of incident and refracted angles. The phenomenon of total internal reflection at the water-air interface was also observed. It was shown that concave lenses can focus light and also create virtual images, allowing them to serve as magnification devices.

The human eye sees by focusing light onto the retina, and poor vision can result if the light foc

Log in or to access full content. Learn more about your institution’s access to JoVE content here

Tags
ReflectionRefractionLightMaterialOptical PhenomenaGlass BlockInterfaceMediumLensesImagesPrinciplesParametersRefractive IndexSpeed Of LightVacuumWaterAir

Skip to...

0:06

Overview

1:18

Principles of Reflection and Refraction

4:06

Verification of Snell’s Law and Total Internal Reflection

5:50

Principles of Lenses

8:16

Validation of Real and Virtual Images

9:46

Data Analysis and Results

12:11

Applications

13:31

Summary

JoVE Logo

Privacy

Terms of Use

Policies

Research

Education

ABOUT JoVE

Copyright © 2024 MyJoVE Corporation. All rights reserved